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<title>Etablissement régional d'enseignement adapté Stendhal</title>
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<lastBuildDate>Tue, 25 Feb 2025 16:05:50 +0100</lastBuildDate>
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	<item>
<title>Mode d'emploi d'EDUCONNECT</title>
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<pubDate>2025-02-25 16:05:50</pubDate>
<category>Actualités</category>
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<title>Evaluation en classe de 6ème</title>
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<description><![CDATA[Madame, Monsieur,<br /><br />Le minist&egrave;re de l&rsquo;Education nationale organise des &eacute;valuations des &eacute;l&egrave;ves de 6&egrave;me.Votre enfant est scolaris&eacute; en 6&egrave;me, il passera une &eacute;valuation sur ordinateur qui vise &agrave; &eacute;valuer certaines connaissances et comp&eacute;tences en fran&ccedil;ais et en math&eacute;matiques. Cette &eacute;valuation se d&eacute;roulera au coll&egrave;ge de l&rsquo;EREA entre de 28 septembre et le 1er octobre 2021.<br /><br /><u><strong>Les &eacute;l&egrave;ves de la classe de 6e</strong></u> passeront l&rsquo;&eacute;valuation selon le planning ci-dessous :<br /><br /><img alt="" 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" style="width: 550px; height: 115px;" /><br /><u>NB : Le seul mat&eacute;riel autoris&eacute; est un stylo de couleur noir ou bleu</u><br /><br />L&rsquo;ensemble du dispositif d&rsquo;&eacute;valuation a fait l&rsquo;objet d&rsquo;une d&eacute;claration &agrave; la Commission nationale de l&rsquo;informatique et des libert&eacute;s : toutes les donn&eacute;es recueillies sont anonymes lors de leur exploitation. (Loi 78-17 du 16 janvier 1978). Chaque &eacute;l&egrave;ve b&eacute;n&eacute;ficie d&rsquo;un retour individualis&eacute; de ses r&eacute;sultats et les parents sont aussi inform&eacute;s.<br />Les r&eacute;sultats sont disponibles d&egrave;s le lendemain des passations.<br /><br />Je peux r&eacute;pondre aux &eacute;ventuelles questions que vous pourriez vous poser au sujet de cette &eacute;valuation.<br />&nbsp;<div style="text-align: right;"><br />La Proviseure<br />Mme VALQUIN</div>]]></description>
<pubDate>2025-02-25 16:05:31</pubDate>
<category>Actualités</category>
</item>
<item>
<title>Protocole sanitaire</title>
<link>http://www.erea-stendhal.websco.fr/index.php?id_menu=35&amp;id_article=106&amp;datecreation=2025-02-25 16:05:00</link>
<guid>http://www.erea-stendhal.websco.fr/index.php?id_menu=35&amp;id_article=106&amp;datecreation=2025-02-25 16:05:00</guid>
<description><![CDATA[<div style="text-align: center;"><iframe frameborder="0" height="700" scrolling="no" src="http://www.erea-stendhal.websco.fr/ADI/files/bibliotheque/2021%20-%202022%20-%20Campagne%20vaccinale/Protocole-college-lycee.pdf" width="100%"></iframe></div>]]></description>
<pubDate>2025-02-25 16:05:00</pubDate>
<category>Actualités</category>
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